参数资料
型号: ISL6329CRZ
厂商: Intersil
文件页数: 31/38页
文件大小: 0K
描述: IC CTRLR PWM SYNC BUCK DL 60QFN
标准包装: 43
应用: 控制器,AMD SVI
输入电压: 5 V ~ 12 V
输出数: 2
输出电压: 0.0125 V ~ 1.55 V
工作温度: 0°C ~ 70°C
安装类型: *
封装/外壳: *
供应商设备封装: *
包装: *
ISL6329
R 1 , NEW = R 1 , OLD ? ---------------
R 2 , NEW = R 2 , OLD ? ---------------
4. Select new values, R 1,NEW and R 2,NEW , for the time constant
resistors based on the original values, R 1,OLD and R 2,OLD ,
using Equations 33 and 34.
D V 1 (EQ. 33)
D V 2
D V 1 (EQ. 34)
D V 2
5. Replace R 1 and R 2 with the new values and check to see that
the error is corrected. Repeat the procedure if necessary.
Loadline Regulation Resistor
The loadline regulation resistor, labeled R FB in Figure 8, sets
the desired loadline required for the application. Equation 35
can be used to calculate R FB .
of the voltage mode approximation, yields a solution that is
always stable with very close to ideal transient performance.
Select a target bandwidth for the compensated system, f 0 . The
target bandwidth must be large enough to assure adequate
transient performance, but smaller than 1/3 of the per-channel
switching frequency. The values of the compensation
components depend on the relationships of f 0 to the L-C pole
frequency and the ESR zero frequency. For each of the following
three, there is a separate set of equations for the compensation
components.
In Equation 36, L is the per-channel filter inductance divided by
the number of active channels; C is the sum total of all output
capacitors; ESR is the equivalent series resistance of the bulk
output filter capacitance; and V PP is the peak-to-peak sawtooth
signal amplitude as described in the “Electrical Specifications”
on page 9.
V DROOP
R FB = -----------------------------------------------------------
? OUT MAX
?
? ?
MAX
I
? -------------------------- ? DCR ?
N
-------------------------------------------------- ? K
R ISEN
(EQ. 35)
Once selected, the compensation values in Equation 36 assure a
stable converter with reasonable transient performance. In most
cases, transient performance can be improved by making
adjustments to R C . Slowly increase the value of R C while
observing the transient performance on an oscilloscope until no
-------------------------------- > f 0
Case 1:
R C = R FB ? --------------------------------------------------------
0.66 ? V
2 ? π ? V PP ? R FB ? f 0
If no loadline regulation is required, the DRPCTRL pin can be
used to enable or disable droop on the Core and Northbridge
regulators independently. To choose the value for R FB with no
loadline, please refer to “Compensation Without Loadline
Compensation With Loadline Regulation
The load-line regulated converter behaves in a similar manner to
a peak current mode controller because the two poles at the
output filter L-C resonant frequency split with the introduction of
current information into the control loop. The final location of
these poles is determined by the system function, the gain of the
current signal, and the value of the compensation components,
R C and C C .
C 2 (OPTIONAL)
further improvement is noted. Normally, C C will not need
adjustment. Keep the value of C C from Equation 36 unless some
performance issue is noted.
The optional capacitor, C 2 , is sometimes needed to bypass noise
away from the PWM comparator (see Figure 23). Keep a position
available for C 2 , and be prepared to install a high-frequency
capacitor of between 22pF and 150pF in case any leading edge
jitter problem is noted.
1
2 ? π ? L ? C
2 ? π ? f 0 ? V pp ? L ? C
IN
0.66 ? V IN
C C = ----------------------------------------------------
-------------------------------- ≤ f 0 < -------------------------------------
V PP ? ( 2 ? π ) 2 ? f 02 ? L ? C
C C = -------------------------------------------------------------------------------------
PP ? R FB ?
( 2 ? π ) 2 ? f 2 ? V L ? C
R FB
R C
C C
COMP
FB
ISL6329
Case 2:
1 1
2 ? π ? L ? C 2 ? π ? C ? ESR
0.66 ? V
R C = R FB ? -----------------------------------------------------------------
IN
0.66 ? V IN
0
(EQ. 36)
f 0 > -------------------------------------
VSEN
Case 3:
1
2 ? π ? C ? ESR
R C = R FB ? ---------------------------------------------
2 ? π ? V PP ? R FB ? f 0 ? L
FIGURE 23. COMPENSATION CONFIGURATION FOR
LOAD-LINE REGULATED ISL6329 CIRCUIT
Since the system poles and zero are affected by the values of the
components that are meant to compensate them, the solution to
the system equation becomes fairly complicated. Fortunately,
there is a simple approximation that comes very close to an
optimal solution. Treating the system as though it were a voltage-
mode regulator, by compensating the L-C poles and the ESR zero
31
2 ? π ? f 0 ? V pp ? L
0.66 ? V IN ? ESR
0.66 ? V IN ? ESR ? C
C C = ----------------------------------------------------------------
Compensation Without Loadline Regulation
The non load-line regulated converter is accurately modeled as a
voltage-mode regulator with two poles at the L-C resonant
FN7800.0
April 19, 2011
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